Winstonm, on Oct 23 2009, 08:06 PM, said:
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Hehe, i think this is part of the basterdisation you are referring do, the laffer curve is about how much revenue the goverment can collect in the short term, i.e. if they tax too much then people avoid paying taxes or simply don't work as much. It is not about the long term link between taxes and growth.
The Laffer curve is simply about an optimal tax rate - as I said. I do not know what you are smoking to come up with your description, but it sounds like it is straight out of the mouth of Rush in one of his Reagan fantasies.
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The Laffer curve is an economic concept used to illustrate the theory that increases in the rate of taxation do not necessarily increase tax revenue. The basic assumption is that both a 0% income tax rate and a 100% tax rate will generate no revenue. An optimal tax rate is therefore assumed to lie somewhere in between
"An optimal tax rate is...somewhere in between."
This is completely wrong.
You are defining optimal tax rate as the rate that collects the most revenue now. This is a very poor definition for optimal tax rate.
Let us say that this year the total ecomomy has value 1. Let us take a simple model where if i tax at 50% i will get 5% growth, and if i tax at 25% i will get 10% growth. Obviously this year i will get twice as much revenue by taxing twice as much, but after ten years my revenue streams will be:
0.5*1.05^10 = 0.81
and
0.25*1.10^10 = 0.65
and after a hundred years the answers are
65.7
3445
So by taxing less my revenue in the future will be 5 times more. This is typical behaviour for a power law, it will always overtake the extra you get from a higher linear fraction now. Thus the optimal tax rate should be the one which maximises growth, rather than the one which provides the most money now [which is what the lafferty curve is all about].
Let me repeat this:
The lafferty curve says nothing about the long term optimisation of revenue. It only makes a relation between tax rate now, and revenue now. The optimal revenue strategy over an infinite time period is always the one when maximises growth.